Question 3: Find all real values of parameter m so that the function \(y=(m+1) x^{4}-mx^{2}+\frac{3}{2}\) has only minima …
Functions and applications
Question 2: Find all real values of parameter m so that the function (y=x^{3}-3 mx^{2}+(m-1) x+2) has a maximum and a minimum and the extreme points of the graph of the function have positive coordinates.
Question 2: Find all real values of parameter m so that the function \(y=x^{3}-3 mx^{2}+(m-1) x+2\) has a maximum and a …
Question 1: Find all real values of parameter m so that the graph of the function (y=-x^{3}+3 m x+1) has 2 extreme points A, B such that the triangle OAB is square at O (where O is the origin)
Question 1: Find all real values of parameter m so that the graph of the function \(y=-x^{3}+3 m x+1\) has 2 extreme …
Question 24: Find the maximum point of the function (y = x³ – 3x + 2)
Question 24: Find the maximum point of the function \(y = x³ - 3x + 2\) …
Question 23: Find the minimum point of the function (y = x³ – 3x² + 2.)
Question 23: Find the minimum point of the function \(y = x³ - 3x² + 2.\) …
Question 22: Find the maximum of the function (y = -x³ + 3x – 4)
Question 22: Find the maximum of the function \(y = -x³ + 3x - 4\) …
Question 21: Find the minimum (minimum value) (y_{CT}) of the function (y = -x³ + 3x – 4)
Question 21: Find the minimum (minimum value) \(y_{CT}\) of the function \(y = -x³ + 3x - 4\) …
Question 20: Find the maximum point of the function (y = x⁴ – 2x² + 2)
Question 20: Find the maximum point of the function \(y = x⁴ - 2x² + 2\) …
Question 19: Find the maximum point of the graph of the function y = x³ – 3x + 2.
Question 19: Find the maximum point of the graph of the function y = x³ - 3x + 2. …
Question 18: Find the maximum point of the function (y=frac{x^4+4}{x})
Question 18: Find the maximum point of the function \(y=\frac{x^4+4}{x}\) …